The graph of y = –|one-halfx| + 1 is shown. On a coordinate plane, an angled line opens down. It approaches the grid line at point A (negative 3, negative 0.5), crosses the x-axis at point B (negative 2, 0), crosses the y-axis at point C (0, 1), and crosses the x-axis at point D (2, 0). Which statement about the graph is accurate? Point A is a relative minimum of the graph. Point B is a turning point of the graph. Point C is a maximum of the graph. Point D is a y-intercept of the graph.